<?xml version="1.0" standalone="yes"?>
<dstMasterTables xmlns="http://tempuri.org/dstMasterTables.xsd">
  <xs:schema id="dstMasterTables" targetNamespace="http://tempuri.org/dstMasterTables.xsd" xmlns:mstns="http://tempuri.org/dstMasterTables.xsd" xmlns="http://tempuri.org/dstMasterTables.xsd" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:msdata="urn:schemas-microsoft-com:xml-msdata" attributeFormDefault="qualified" elementFormDefault="qualified">
    <xs:element name="dstMasterTables" msdata:IsDataSet="true" msdata:UseCurrentLocale="true">
      <xs:complexType>
        <xs:choice minOccurs="0" maxOccurs="unbounded">
          <xs:element name="tbl編みかた">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s編みかた名" msdata:Caption="編みかた名" type="xs:string" default="" />
                <xs:element name="f_iひも番号" type="xs:short" default="1" />
                <xs:element name="f_s編みひも名" type="xs:string" default="" />
                <xs:element name="f_b縁専用区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_b底使用区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_i周あたり段数" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_i本幅初期値" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_iひも数" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_b周連続区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_d高さ比率対ひも幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_d垂直ひも長比率対ひも幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長比率対周長" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算1目あたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも1幅係数1目あたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長加算1周あたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長加算ひもあたり" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_b集計対象外区分初期値" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_d厚さ" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_bCraftBandMesh" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare45" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandKnot" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandHexagon" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tblバンドの種類">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_sバンドの種類名" type="xs:string" />
                <xs:element name="f_i本幅" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_dバンド幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_i基本のひも幅" type="xs:string" default="0" minOccurs="0" />
                <xs:element name="f_s長さと重さ" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_d短い横ひも長のばらつき" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d縦ひも間の最小間隔" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d差しひもの径" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d差しひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d垂直ひも加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d底の厚さ" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d立ち上げ時の四角底周の増分" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d立ち上げ時の楕円底周の増分" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d楕円底円弧の半径加算" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d楕円底周の加算" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも間のすき間初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長係数初期値" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_s色リスト" msdata:Caption="色リスト" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_dコマ寸法係数a" type="xs:double" default="0.95" minOccurs="0" />
                <xs:element name="f_dコマ寸法係数b" type="xs:double" default="0.2" minOccurs="0" />
                <xs:element name="f_dコマ要尺係数a" type="xs:double" default="0.98" minOccurs="0" />
                <xs:element name="f_dコマ要尺係数b" type="xs:double" default="0.7" minOccurs="0" />
                <xs:element name="f_d四つ畳みひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d目と数える端の目" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_s本幅の幅リスト" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s製品情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl付属品">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s付属品名" type="xs:string" default="" />
                <xs:element name="f_iひも番号" type="xs:short" default="1" />
                <xs:element name="f_s付属品ひも名" type="xs:string" default="" />
                <xs:element name="f_b巻きひも区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_i本幅初期値" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_iひも数" type="xs:short" default="1" minOccurs="0" />
                <xs:element name="f_d長さ比率対ひも1" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_d長さ加減対ひも1" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dひも長比率対長さ" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d巻きの厚み" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_d巻き回数比率" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_dひも長加算初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_b集計対象外区分初期値" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_i描画形状" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_i描画位置" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_d描画厚初期値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_b描画区分初期値" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_bCraftBandMesh" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare45" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandKnot" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandSquare" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_bCraftBandHexagon" type="xs:boolean" default="true" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl基本値">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s単位" type="xs:string" default="mm" minOccurs="0" />
                <xs:element name="f_sバージョン" type="xs:string" default="1.8.5" minOccurs="0" />
                <xs:element name="f_s識別情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl描画色">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s色" type="xs:string" />
                <xs:element name="f_sバンドの種類名" type="xs:string" default="-" />
                <xs:element name="f_i赤" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_i緑" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_i青" type="xs:short" default="0" minOccurs="0" />
                <xs:element name="f_d線幅" type="xs:double" default="1" minOccurs="0" />
                <xs:element name="f_d中線幅" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_i透明度" type="xs:short" default="255" minOccurs="0" />
                <xs:element name="f_s線色" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s中線色" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s画像情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s画像文字列" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s製品情報" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tblゲージ">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_sバンドの種類名" type="xs:string" default="" />
                <xs:element name="f_i本幅" type="xs:short" default="1" />
                <xs:element name="f_b実測値使用区分" type="xs:boolean" default="false" minOccurs="0" />
                <xs:element name="f_dコマ寸法実測値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_dコマ要尺実測値" type="xs:double" default="0" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
          <xs:element name="tbl上下図">
            <xs:complexType>
              <xs:sequence>
                <xs:element name="f_s上下図名" type="xs:string" default="" />
                <xs:element name="f_i水平本数" type="xs:int" default="0" minOccurs="0" />
                <xs:element name="f_i垂直本数" type="xs:int" default="0" minOccurs="0" />
                <xs:element name="f_s上下" type="xs:string" default="" minOccurs="0" />
                <xs:element name="f_s備考" type="xs:string" default="" minOccurs="0" />
              </xs:sequence>
            </xs:complexType>
          </xs:element>
        </xs:choice>
      </xs:complexType>
      <xs:unique name="tbl編みかたPKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl編みかた" />
        <xs:field xpath="mstns:f_s編みかた名" />
        <xs:field xpath="mstns:f_iひも番号" />
      </xs:unique>
      <xs:unique name="tblバンドの種類_PKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tblバンドの種類" />
        <xs:field xpath="mstns:f_sバンドの種類名" />
      </xs:unique>
      <xs:unique name="tbl付属品PKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl付属品" />
        <xs:field xpath="mstns:f_s付属品名" />
        <xs:field xpath="mstns:f_iひも番号" />
      </xs:unique>
      <xs:unique name="Constraint1" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl描画色" />
        <xs:field xpath="mstns:f_s色" />
        <xs:field xpath="mstns:f_sバンドの種類名" />
      </xs:unique>
      <xs:unique name="tblゲージPKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tblゲージ" />
        <xs:field xpath="mstns:f_sバンドの種類名" />
        <xs:field xpath="mstns:f_i本幅" />
      </xs:unique>
      <xs:unique name="tbl上下図PKey" msdata:PrimaryKey="true">
        <xs:selector xpath=".//mstns:tbl上下図" />
        <xs:field xpath="mstns:f_s上下図名" />
      </xs:unique>
    </xs:element>
  </xs:schema>
  <tblバンドの種類>
    <f_sバンドの種類名>ひらりカラー</f_sバンドの種類名>
    <f_i本幅>11</f_i本幅>
    <f_dバンド幅>11</f_dバンド幅>
    <f_i基本のひも幅>10</f_i基本のひも幅>
    <f_s長さと重さ>50m=148g(ひらりカラー)</f_s長さと重さ>
    <f_d短い横ひも長のばらつき>0</f_d短い横ひも長のばらつき>
    <f_d縦ひも間の最小間隔>0</f_d縦ひも間の最小間隔>
    <f_d差しひもの径>0</f_d差しひもの径>
    <f_d差しひも長加算初期値>10</f_d差しひも長加算初期値>
    <f_d垂直ひも加算初期値>10</f_d垂直ひも加算初期値>
    <f_d底の厚さ>1</f_d底の厚さ>
    <f_d立ち上げ時の四角底周の増分>3</f_d立ち上げ時の四角底周の増分>
    <f_d立ち上げ時の楕円底周の増分>0</f_d立ち上げ時の楕円底周の増分>
    <f_d楕円底円弧の半径加算>0</f_d楕円底円弧の半径加算>
    <f_d楕円底周の加算>0</f_d楕円底周の加算>
    <f_dひも間のすき間初期値>0.1</f_dひも間のすき間初期値>
    <f_dひも長係数初期値>1</f_dひも長係数初期値>
    <f_dひも長加算初期値>40</f_dひも長加算初期値>
    <f_s色リスト>きみどり×あお,はまなす×のうこん,るり×茶</f_s色リスト>
    <f_dコマ寸法係数a>1.0621645796064398</f_dコマ寸法係数a>
    <f_dコマ寸法係数b>-0.06590909090909071</f_dコマ寸法係数b>
    <f_dコマ要尺係数a>0.9681181959564539</f_dコマ要尺係数a>
    <f_dコマ要尺係数b>0.5113636363636384</f_dコマ要尺係数b>
    <f_d四つ畳みひも長加算初期値>100</f_d四つ畳みひも長加算初期値>
    <f_d目と数える端の目>1</f_d目と数える端の目>
    <f_s本幅の幅リスト />
    <f_s製品情報>秋山工業株式会社</f_s製品情報>
    <f_s備考>不透明色、できあがり確認</f_s備考>
  </tblバンドの種類>
  <tblバンドの種類>
    <f_sバンドの種類名>ひらりカラー　(線表示)</f_sバンドの種類名>
    <f_i本幅>11</f_i本幅>
    <f_dバンド幅>11</f_dバンド幅>
    <f_i基本のひも幅>10</f_i基本のひも幅>
    <f_s長さと重さ>50m=200g(ひらりS)</f_s長さと重さ>
    <f_d短い横ひも長のばらつき>0</f_d短い横ひも長のばらつき>
    <f_d縦ひも間の最小間隔>0</f_d縦ひも間の最小間隔>
    <f_d差しひもの径>0</f_d差しひもの径>
    <f_d差しひも長加算初期値>10</f_d差しひも長加算初期値>
    <f_d垂直ひも加算初期値>10</f_d垂直ひも加算初期値>
    <f_d底の厚さ>1</f_d底の厚さ>
    <f_d立ち上げ時の四角底周の増分>3</f_d立ち上げ時の四角底周の増分>
    <f_d立ち上げ時の楕円底周の増分>0</f_d立ち上げ時の楕円底周の増分>
    <f_d楕円底円弧の半径加算>0</f_d楕円底円弧の半径加算>
    <f_d楕円底周の加算>0</f_d楕円底周の加算>
    <f_dひも間のすき間初期値>0.1</f_dひも間のすき間初期値>
    <f_dひも長係数初期値>1</f_dひも長係数初期値>
    <f_dひも長加算初期値>40</f_dひも長加算初期値>
    <f_s色リスト>きみどり×あお,はまなす×のうこん,るり×茶</f_s色リスト>
    <f_dコマ寸法係数a>1.0621645796064398</f_dコマ寸法係数a>
    <f_dコマ寸法係数b>-0.06041666666666649</f_dコマ寸法係数b>
    <f_dコマ要尺係数a>0.9681181959564539</f_dコマ要尺係数a>
    <f_dコマ要尺係数b>0.4687500000000018</f_dコマ要尺係数b>
    <f_d四つ畳みひも長加算初期値>100</f_d四つ畳みひも長加算初期値>
    <f_d目と数える端の目>1</f_d目と数える端の目>
    <f_s本幅の幅リスト />
    <f_s製品情報>秋山工業株式会社</f_s製品情報>
    <f_s備考>半透明色+本幅線、デザイン用</f_s備考>
  </tblバンドの種類>
  <tbl基本値>
    <f_s単位>mm</f_s単位>
    <f_sバージョン>1.8.5</f_sバージョン>
    <f_s識別情報 />
    <f_s備考 />
  </tbl基本値>
  <tbl描画色>
    <f_s色>きみどり×あお</f_s色>
    <f_sバンドの種類名>ひらりカラー</f_sバンドの種類名>
    <f_i赤>134</f_i赤>
    <f_i緑>229</f_i緑>
    <f_i青>173</f_i青>
    <f_d線幅>1</f_d線幅>
    <f_d中線幅>0</f_d中線幅>
    <f_i透明度>255</f_i透明度>
    <f_s線色 />
    <f_s中線色 />
    <f_s画像情報>80,40(13936)</f_s画像情報>
    <f_s画像文字列>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</f_s画像文字列>
    <f_s製品情報 />
    <f_s備考 />
  </tbl描画色>
  <tbl描画色>
    <f_s色>はまなす×のうこん</f_s色>
    <f_sバンドの種類名>ひらりカラー</f_sバンドの種類名>
    <f_i赤>222</f_i赤>
    <f_i緑>113</f_i緑>
    <f_i青>204</f_i青>
    <f_d線幅>1</f_d線幅>
    <f_d中線幅>0</f_d中線幅>
    <f_i透明度>255</f_i透明度>
    <f_s線色 />
    <f_s中線色 />
    <f_s画像情報>80,40(12648)</f_s画像情報>
    <f_s画像文字列>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</f_s画像文字列>
    <f_s製品情報 />
    <f_s備考 />
  </tbl描画色>
  <tbl描画色>
    <f_s色>るり×茶</f_s色>
    <f_sバンドの種類名>ひらりカラー</f_sバンドの種類名>
    <f_i赤>0</f_i赤>
    <f_i緑>144</f_i緑>
    <f_i青>241</f_i青>
    <f_d線幅>1</f_d線幅>
    <f_d中線幅>0</f_d中線幅>
    <f_i透明度>255</f_i透明度>
    <f_s線色 />
    <f_s中線色 />
    <f_s画像情報>80,40(9304)</f_s画像情報>
    <f_s画像文字列>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</f_s画像文字列>
    <f_s製品情報 />
    <f_s備考 />
  </tbl描画色>
  <tbl描画色>
    <f_s色>きみどり×あお</f_s色>
    <f_sバンドの種類名>ひらりカラー　(線表示)</f_sバンドの種類名>
    <f_i赤>134</f_i赤>
    <f_i緑>229</f_i緑>
    <f_i青>173</f_i青>
    <f_d線幅>2</f_d線幅>
    <f_d中線幅>1</f_d中線幅>
    <f_i透明度>100</f_i透明度>
    <f_s線色 />
    <f_s中線色>250,0,147,190</f_s中線色>
    <f_s画像情報 />
    <f_s画像文字列 />
    <f_s製品情報 />
    <f_s備考 />
  </tbl描画色>
  <tbl描画色>
    <f_s色>はまなす×のうこん</f_s色>
    <f_sバンドの種類名>ひらりカラー　(線表示)</f_sバンドの種類名>
    <f_i赤>222</f_i赤>
    <f_i緑>113</f_i緑>
    <f_i青>204</f_i青>
    <f_d線幅>2</f_d線幅>
    <f_d中線幅>1</f_d中線幅>
    <f_i透明度>100</f_i透明度>
    <f_s線色 />
    <f_s中線色>250,39,47,121</f_s中線色>
    <f_s画像情報 />
    <f_s画像文字列 />
    <f_s製品情報 />
    <f_s備考 />
  </tbl描画色>
  <tbl描画色>
    <f_s色>るり×茶</f_s色>
    <f_sバンドの種類名>ひらりカラー　(線表示)</f_sバンドの種類名>
    <f_i赤>0</f_i赤>
    <f_i緑>144</f_i緑>
    <f_i青>241</f_i青>
    <f_d線幅>2</f_d線幅>
    <f_d中線幅>1</f_d中線幅>
    <f_i透明度>100</f_i透明度>
    <f_s線色 />
    <f_s中線色>250,0,90,143</f_s中線色>
    <f_s画像情報 />
    <f_s画像文字列 />
    <f_s製品情報 />
    <f_s備考 />
  </tbl描画色>
</dstMasterTables>